{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "def parse(npz_arr):\n",
    "    return npz_arr[\"predictions\"], npz_arr[\"targets\"]\n",
    "\n",
    "def nll(outputs, labels):\n",
    "    labels = labels.astype(int)\n",
    "    idx = (np.arange(labels.size), labels)\n",
    "    ps = outputs[idx]\n",
    "    nll = -np.sum(np.log(ps))\n",
    "    return nll\n",
    "\n",
    "def nll_from_arr(npz_arr, name=\"\", print_name=False):\n",
    "    all_outputs, labels = parse(npz_arr)\n",
    "    outputs = np.sum(all_outputs, 2)\n",
    "    if outputs is None:\n",
    "        nll = None\n",
    "    else:\n",
    "        labels = labels.astype(int)\n",
    "        idx = (np.arange(labels.size), labels)\n",
    "        ps = outputs[idx]\n",
    "        nll = -np.sum(np.log(ps))\n",
    "    if print_name:\n",
    "        print(name, end=\": \")\n",
    "    if nll is not None:\n",
    "        print(\"%.3f\"%nll)\n",
    "    else:\n",
    "        print(\"-\")\n",
    "    return nll"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "def accuracy(npz_arr, name=\"\", print_name=False):\n",
    "    outputs, labels = parse(npz_arr)\n",
    "    \n",
    "    if outputs is None:\n",
    "        acc = None\n",
    "    else:\n",
    "        pred_probs = np.sum(outputs, 2)\n",
    "        acc = np.mean(np.argmax(pred_probs, axis=1) == labels)\n",
    "    if print_name:\n",
    "        print(name, end=\": \")\n",
    "    if acc is not None:\n",
    "        print(\"%.4f\"%acc)\n",
    "    else:\n",
    "        print(\"-\")\n",
    "    return acc"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "npz_locations = 'rank_experiment/swag/'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
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     ]
    }
   ],
   "source": [
    "swag_nll = []\n",
    "swag_acc = []\n",
    "for epoch in range(163,326):\n",
    "        npz_arr = np.load(npz_locations+str(epoch)+'.npz')\n",
    "        swag_nll.append( nll_from_arr(npz_arr) / 10000 )\n",
    "        swag_acc.append( accuracy(npz_arr))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "swag_nll = np.array(swag_nll)\n",
    "swag_acc = np.array(swag_acc)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
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      "8156.985\n",
      "0.7667\n",
      "8156.460\n",
      "0.7669\n",
      "8156.346\n",
      "0.7671\n",
      "8155.708\n",
      "0.7668\n",
      "8156.626\n",
      "0.7664\n",
      "8156.620\n",
      "0.7660\n",
      "8157.057\n",
      "0.7664\n",
      "8156.877\n",
      "0.7662\n",
      "8158.260\n",
      "0.7661\n",
      "8159.581\n",
      "0.7660\n",
      "8161.026\n",
      "0.7661\n",
      "8160.701\n",
      "0.7659\n",
      "8161.928\n",
      "0.7657\n",
      "8162.013\n",
      "0.7660\n",
      "8161.798\n",
      "0.7656\n",
      "8161.461\n",
      "0.7660\n"
     ]
    }
   ],
   "source": [
    "swa_npz_locations = 'rank_experiment/swa/'\n",
    "swa_nll = []\n",
    "swa_acc = []\n",
    "for epoch in range(163,326):\n",
    "        npz_arr = np.load(swa_npz_locations+str(epoch)+'.npz')\n",
    "        swa_nll.append( nll_from_arr(npz_arr) / 10000 )\n",
    "        swa_acc.append( accuracy(npz_arr) )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "swa_nll = np.array(swa_nll)\n",
    "swa_acc = np.array(swa_acc)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "ecdf_vals = np.load('rank_experiment/ecdf_ensembles_0121.npz')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "ecdf_preds = ecdf_vals['predictions']\n",
    "ecdf_targets = ecdf_vals['targets']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['predictions', 'targets', 'sgd_acc', 'sgd_loss']"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ecdf_vals.keys()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "ecdf_nll = []\n",
    "ecdf_acc = []\n",
    "for i in range(ecdf_preds.shape[2]):\n",
    "    current_predictions = ecdf_preds[:, :, 0:(i+1)].sum(2) / (i+1)\n",
    "    \n",
    "    ecdf_nll.append( nll( current_predictions , ecdf_targets) )\n",
    "    ecdf_acc.append( (np.argmax(current_predictions, 1) == ecdf_targets).mean() )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "ecdf_nll = np.array(ecdf_nll) / ecdf_preds.shape[0]\n",
    "ecdf_acc = np.array(ecdf_acc)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(range(161, 326), ecdf_nll, label = 'SGD Ensemble')\n",
    "#plt.plot(range(161, 325), ecdf_vals['sgd_loss'], label='SGD Ind.')\n",
    "plt.plot(range(163, 326), swa_nll, label='SWA')\n",
    "plt.plot(range(163, 326), swag_nll, label = 'SWAG - 30 Samples')\n",
    "plt.axvline(x=161+140, c='black', label='Rank 140')\n",
    "\n",
    "plt.legend()\n",
    "plt.grid()\n",
    "plt.ylim((0.8, 0.92))\n",
    "plt.xlabel('Epoch')\n",
    "plt.ylabel('NLL')\n",
    "plt.savefig('/home/wesley/Documents/Papers/udl_paper_source/icml/plots/pics/prn56_c100_nll_rank.pdf')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(range(161, 326), ecdf_acc, label = 'SGD Ensemble')\n",
    "#plt.plot(range(161, 325), ecdf_vals['sgd_acc']/100, label='SGD Ind.')\n",
    "plt.plot(range(163, 326), swag_acc, label = 'SWAG - 30 Samples')\n",
    "plt.plot(range(163, 326), swa_acc, label='SWA')\n",
    "\n",
    "plt.axvline(x=161+140, c='black', label='Rank 140')\n",
    "plt.xlabel('Epoch')\n",
    "plt.ylabel('Accuracy')\n",
    "plt.ylim((0.75, 0.77))\n",
    "plt.grid()\n",
    "plt.legend()\n",
    "plt.savefig('/home/wesley/Documents/Papers/udl_paper_source/icml/plots/pics/prn56_c100_acc_rank.pdf')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [],
   "source": [
    "np.savez(file='/home/wesley/Documents/Papers/udl_paper_source/icml/plots/data/prn56_rank.npz',\n",
    "        swag={'acc':swag_acc, 'nll':swag_nll},\n",
    "        swa={'acc':swa_acc, 'nll':swa_nll},\n",
    "        ecdf={'acc':ecdf_acc, 'nll': ecdf_nll},\n",
    "        sgd={'acc':ecdf_vals['sgd_acc'], 'nll':ecdf_vals['sgd_loss']})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "prior_results = np.load('/home/wesley/Documents/Papers/udl_paper_source/icml/plots/data/prn56_rank.npz')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [],
   "source": [
    "sgd_iterates = np.load('rank_experiment/sgd_ecdf_ensembles.npz')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [],
   "source": [
    "sgd_ecdf_preds = sgd_iterates['predictions']\n",
    "sgd_ecdf_targets = sgd_iterates['targets']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [],
   "source": [
    "sgd_ecdf_nll = []\n",
    "sgd_ecdf_acc = []\n",
    "for i in range(sgd_ecdf_preds.shape[2]):\n",
    "    current_predictions = sgd_ecdf_preds[:, :, 0:(i+1)].sum(2) / (i+1)\n",
    "    \n",
    "    sgd_ecdf_nll.append( nll( current_predictions , sgd_ecdf_targets) )\n",
    "    sgd_ecdf_acc.append( (np.argmax(current_predictions, 1) == sgd_ecdf_targets).mean() )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x7f8b8d745358>"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(range(161, 326), prior_results['ecdf'].tolist()['acc'], label = 'Ensemble of SGD Iterates - SWA')\n",
    "plt.plot(range(161, 326), sgd_ecdf_acc, label='Ensemble of SGD Iterates - SGD')\n",
    "plt.plot(range(163, 326), prior_results['swag'].tolist()['acc'], label = 'SWAG - 30 Samples')\n",
    "plt.plot(range(163, 326), prior_results['swa'].tolist()['acc'], label='SWA')\n",
    "\n",
    "plt.axvline(x=161+140, c='black', label='Rank 140')\n",
    "plt.xlabel('Epoch')\n",
    "plt.ylabel('Accuracy')\n",
    "plt.ylim((0.75, 0.77))\n",
    "plt.grid()\n",
    "plt.legend()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "9873.200\n",
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      "8166.506\n",
      "0.7650\n",
      "8171.071\n",
      "0.7655\n",
      "8138.023\n",
      "0.7652\n",
      "8160.957\n",
      "0.7648\n",
      "8164.870\n",
      "0.7659\n",
      "8155.854\n",
      "0.7659\n",
      "8146.931\n",
      "0.7658\n",
      "8161.792\n",
      "0.7659\n",
      "8134.929\n",
      "0.7632\n",
      "8149.349\n",
      "0.7655\n",
      "8167.278\n",
      "0.7641\n",
      "8168.192\n",
      "0.7670\n",
      "8171.558\n",
      "0.7643\n",
      "8160.880\n",
      "0.7675\n",
      "8172.899\n",
      "0.7653\n",
      "8155.858\n",
      "0.7654\n",
      "8164.829\n",
      "0.7675\n",
      "8159.032\n",
      "0.7671\n",
      "8182.690\n",
      "0.7665\n",
      "8194.547\n",
      "0.7676\n",
      "8169.305\n",
      "0.7668\n",
      "8179.703\n",
      "0.7653\n",
      "8154.560\n",
      "0.7662\n",
      "8183.762\n",
      "0.7664\n",
      "8173.429\n",
      "0.7672\n",
      "8178.038\n",
      "0.7654\n",
      "8168.368\n",
      "0.7648\n",
      "8206.312\n",
      "0.7661\n",
      "8179.773\n",
      "0.7684\n",
      "8184.378\n",
      "0.7673\n",
      "8196.163\n",
      "0.7645\n",
      "8217.671\n",
      "0.7657\n",
      "8199.159\n",
      "0.7661\n",
      "8216.189\n",
      "0.7644\n",
      "8173.360\n",
      "0.7681\n",
      "8198.230\n",
      "0.7650\n",
      "8194.385\n",
      "0.7670\n",
      "8197.541\n",
      "0.7656\n",
      "8176.054\n",
      "0.7646\n",
      "8223.121\n",
      "0.7660\n",
      "8183.284\n",
      "0.7662\n",
      "8213.875\n",
      "0.7665\n",
      "8195.009\n",
      "0.7672\n",
      "8180.244\n",
      "0.7659\n",
      "8206.400\n",
      "0.7674\n",
      "8215.503\n",
      "0.7650\n",
      "8195.550\n",
      "0.7647\n",
      "8173.279\n",
      "0.7672\n",
      "8201.001\n",
      "0.7658\n",
      "8180.422\n",
      "0.7653\n",
      "8207.996\n",
      "0.7656\n",
      "8211.552\n",
      "0.7664\n",
      "8196.514\n",
      "0.7662\n"
     ]
    }
   ],
   "source": [
    "npz_locations = 'rank_experiment/swag_rank20/'\n",
    "swag20_nll = []\n",
    "swag20_acc = []\n",
    "for epoch in range(163,326):\n",
    "        npz_arr = np.load(npz_locations+str(epoch)+'.npz')\n",
    "        swag20_nll.append( nll_from_arr(npz_arr) / 10000 )\n",
    "        swag20_acc.append( accuracy(npz_arr))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [],
   "source": [
    "swag20_nll = np.array(swag20_nll)\n",
    "swag20_acc = np.array(swag20_acc)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(range(161, 326), prior_results['ecdf'].tolist()['acc'], label = 'Ensemble of SGD Iterates - SWA')\n",
    "plt.plot(range(161, 326), sgd_ecdf_acc, label='Ensemble of SGD Iterates - SGD')\n",
    "plt.plot(range(163, 326), prior_results['swag'].tolist()['acc'], label = 'SWAG - 30 Samples')\n",
    "plt.plot(range(163, 326), swag20_acc, label = 'SWAG (rank 20) - 30 Samples',alpha=0.5)\n",
    "plt.plot(range(163, 326), prior_results['swa'].tolist()['acc'], label='SWA')\n",
    "\n",
    "plt.axvline(x=161+140, c='black', label='Rank 140')\n",
    "plt.xlabel('Epoch')\n",
    "plt.ylabel('Accuracy')\n",
    "plt.ylim((0.75, 0.77))\n",
    "plt.grid()\n",
    "plt.legend()\n",
    "plt.savefig('/home/wesley/Documents/Papers/udl_paper_source/icml/plots/pics/prn56_c100_acc_rank.pdf')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {},
   "outputs": [],
   "source": [
    "np.savez(file='/home/wesley/Documents/Papers/udl_paper_source/icml/plots/data/prn56_rank_updated.npz',\n",
    "        swag=prior_results['swag'],\n",
    "        swa=prior_results['swa'],\n",
    "        swa_sgd_ecdf=prior_results['ecdf'],\n",
    "        sgd_swa=prior_results['sgd'],\n",
    "        swag20={'acc':swag20_acc, 'nll':swag20_nll},\n",
    "        sgd_sgd_ecdf={'acc':sgd_ecdf_acc, 'nll':sgd_ecdf_nll},\n",
    "        sgd_sgd={'acc':sgd_iterates['sgd_acc']/100, 'nll':sgd_iterates['sgd_loss']})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['predictions', 'targets', 'sgd_acc', 'sgd_loss']"
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sgd_iterates.keys()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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